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Last modified
11/23/2009 10:50:35 AM
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10/4/2006 9:03:23 PM
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Title
Changes in the Hydrological Response of a Small Mediterranean Basin a Year After a Wildfire
Date
6/8/1992
Prepared For
Journal of Hydrology
Prepared By
Elsevier Science Publishers
Floodplain - Doc Type
Educational/Technical/Reference Information
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<br />298 <br /> <br />J. LAVABRE ET AL. <br /> <br />HYDROLOGICAL RESPONSE OF A MEDITERRANEAN BASIN <br /> <br />299 <br /> <br />IIIF P' (0. <br />E" -( (S/A) {2 - (51 A))) <br /> <br /> <br />(1- (51...,) 2) P' <br /> <br /> <br />t_~ <br />.................. <br />A I ................................... I <br />; :jjj:jt:ji::j~j~~:j:j~jj~;~:~~:; <br /> <br />l <br />~ <br /> <br />(5/,,)2 P' <br /> <br /> <br />~~ t <br />16 <br />I <br />............ .... <br />I ..R.............................. I <br />, ::..::::::::::::::::::::::::::::: , <br /> <br />~' <br />a.- <br />R-6 <br /> <br />where B is the maximal storage. <br />This scheme, repeated each time step, is used with the monthly version. <br />However, to fit better the hydrographs observed at daily time step it is <br />necessary to add both a third module and a third parameter. <br />At daily and lower time steps it is necessary to introduce a time delay to the <br />peak since rainfall does not usually have an immediate response. To incor- <br />porate this time delay, a delay function, rather similar to the isochrone notion, <br />is added to the model. It has an imposed parabolic structure, and the only <br />parameter to supply is the total time delay, C. since its integral must be unity <br />to preserve the volume conservation (see Editjano and Michel, 1989). The <br />parameters A and B (plus C in the case of the daily simulation) are optimised <br />using a gradient method by minimisation of the sum of the squared residuals <br />between observed and simulated runoff. <br />Finally some recent improvements have been incorpo~ated in the daily <br />version (Editjano et aI., 1991). As for the routing reservoir emptying, a general <br />power function instead of the previous quadratic function is used. The new <br />power used was five instead of two, allowing the recession curve to fit better <br />than previously. Additionally, after the separation of the term that will <br />produce runoff, only 90% of it (0.9 (SIA)' P') is now delayed and routed, and <br />the other 10% is directly used to give rise to the outflow. Thus Q at each time <br />step will be the addition of two terms: the 10% of the available water at this <br />step, (0.1 (SIA)' P'), and the outflow produced by the routing reservoir which <br />is in fact the result of the previous rainfall. Editjano et a!. (1991) found that <br />this modification allows the model to fit quick runoff responses beller. <br /> <br />IIF P' > 0 t <br /> <br />Fig. AI. Diagram of the OR3 rainfall-runoff model. <br /> <br />soil moisture reservoir is emptying as (Editjano and Michel, 1989) <br /> <br />dS = - [~( 2 - ~)] dE' <br /> <br />where E' is E - P. Therefore, there is no water available to produce runoff <br />and the outflow is reduced to the routing reservoir emptying; <br />(2) if P' > 0, there are no evapotranspiration losses from the soil moisture <br />reservoir, and the water available P' will be divided into two terms: [I - (SI <br />A)2] P' will be retained by the soil moisture reservoir increasing its storage <br />level, S, and the complementary portion, (SIA)' P' will refill the routing <br />reservoir. <br />As ror the routing reservoir, we will consider that this emptying in absence <br />of refill is a quadratic relation of the storage level R (Editjano and Michel, <br />1989) <br /> <br />dR _ kR' <br />dI- <br /> <br />So the outflow durin& a time step is given by <br /> <br />R' <br />Q=R+B <br /> <br />
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